(6x5+y)(6x5−y)\left(6x^5+y\right)\left(6x^5-y\right)(6x5+y)(6x5−y)
4(7d+8)4\left(7d+8\right)4(7d+8)
x2−3x+7<4x−3x^2-3x+7<4x-3x2−3x+7<4x−3
∫(x2ex3−2)dx\int\left(x^2e^{x^3-2}\right)dx∫(x2ex3−2)dx
(12x−20):4=−2x\left(12x-20\right):4=-2x(12x−20):4=−2x
dxdt=x+t⋅e−t⋅5\frac{dx}{dt}=x+t\cdot e^{-t}\cdot5dtdx=x+t⋅e−t⋅5
∫ax2+x+cdx\int ax^2+x+cdx∫ax2+x+cdx
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